Sum of digits is 21 in bases 2,3,5,7,11,13. (So it's Harshad in bases 3 and 11, for what that's worth.)

Naive searching quickly finds that 1386, 1387, 485353 have digit-sums the same in bases 2,3,5,7,11. Is 2007986541 the smallest such number when base 13 is included too? (My slow-and-dirty searching program says there are none below 20,000,000. I was too impatient to let it run >100x longer.)